XLPack
7.0
XLPack Numerical Library (Excel VBA) Reference Manual
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C3. Polynomials
Alaguerre
Alaguerre_sub
Alegendre
Alegendre_sub
Chebs
Chebt
Chebt_sub
Chebtd
Chebtd_sub
Chebu
Chebu_sub
Gegenbauer
Gegenbauer_sub
Gegenbauerd
Gegenbauerd1
Gegenbauerd1_sub
Gegenbauerd_sub
Hermite
Hermite_sub
Jacobi
Jacobi_sub
Jacobid
Jacobid1
Jacobid1_sub
Jacobid2
Jacobid2_sub
Jacobid_sub
Laguerre
Laguerre_sub
Legendre
Legendre_sub
Legendred
Legendred_sub
Sharmonic
Sharmonici
Sharmonici_sub
Sharmonicr
Sharmonicr_sub
◆
Hermite()
Function Hermite
(
N As
Long
,
X As
Double
,
Optional Info As
Long
)
Hermite polynomial Hn(x)
Purpose
Computes the Hermite polynomial of x.
Hn(x) = (-1)^n e^(x^2) dn/dxn(e^(-x^2))
Returns
Double
Hermite polynomial Hn(x).
Parameters
[in]
N
Argument n. (0 <= N < 128)
[in]
X
Argument x.
[out]
Info
(Optional)
= 0: Successful exit.
= -1: The argument N had an illegal value. (N < 0, N >= 128)
= 1: Floating point range error.
Reference
boost/math/special_functions
Generated by
1.9.7